Coefficient of Rolling Resistance Calculator

Calculate rolling resistance and electrical power loss efficiently.

Vehicle & Tires
Example: 1500 kg
Example: 9.81 m/s²
Example: 0.30 m
Example: 2.4 bar
Environment & Kinematics
Example: 20 m/s (~72 km/h)
Example: 0 degrees
Used if custom surface selected
Electrical System
Example: 25 °C
Example: 400 V (EV Pack)
Example: 92 %
Example: 95 %

Understanding Rolling Resistance in Electrical Vehicles

Rolling resistance is a critical force opposing the motion when a wheel rolls on a surface. In electric vehicles and electrical engineering applications, determining the exact coefficient of rolling resistance (Crr) helps engineers calculate battery discharge rates, mechanical power requirements, and total motor torque demands under real-world operating environments.

Formula Used

The fundamental equation determining rolling resistance force ($F_r$) is expressed as:

$$F_r = C_{rr} \cdot N$$

Where $C_{rr}$ represents the dynamic coefficient of rolling resistance adjusted for tire pressure and temperature, and $N$ represents the normal force exerted by the vehicle mass on the surface ($N = m \cdot g \cdot \cos(\theta)$). The electrical power drawn from the system is subsequently calculated by dividing mechanical propulsion power by total drive and motor efficiencies.

How to Use This Calculator

Frequently Asked Questions

Lower tire pressure increases tire flexing against the pavement, creating higher energy losses through hysteresis in the rubber compound, which raises the effective rolling resistance coefficient.